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对剩余静校正的Ｒａｄｏｎ变换方法作了简要介绍．当用二维可积函数统一定义剩余静校正量项、构造项和剩余动校正量项的各项分布时．可以把广义剩余静校正方程同Ｒａｄｏｎ变换联系起来，因而应用Ｒａｄｏｎ逆变换就可以反演出剩余位静正量项．用Ｒａｄｏｎ变换方法对几组理论数据进行处理，并与广义线性反演剩余静校正方法比较，结果表明应用Ｒａｄｏｎ变换在一般的剩余静校正问题中可以得到精度更高的剩余静校正量．
A brief introduction of the remaining static correction Radon transform method is given. When two-dimensional integrable functions are used to uniformly define the distributions of residual statics, construction items and residual dynamic correction terms. The generalized residual static correction equation can be connected with the Radon transform. Therefore, the inverse stationary Radon transform can be used to inverse the residual statics. Several sets of theoretical data are processed by Radon transform method and compared with the generalized linear inversion residual statics method. The results show that the residual statics can be obtained with the higher accuracy by using Radon transform.